GD&T without concentricity

[Jbeaker]

Please see the simplified drawing, I am omitting other dimensional and geometric tolerances for simplicity.

With the removal of the concentricity geometric tolerance in ASME 2018, I was trying to sort out how to ensure the inner diameters of the lens barrel are co-axial. A couple ways to do it, hole location, runout, and profile I think (controlling form and location).

Am I missing anything? I didn’t opt for a tertiary datum since I don’t really care about rotation. I want to ensure co-alignment between datum B (hole) and the other two holes.

 

[pmarc]

Concentricity tolerance, as defined in Y14.5-2009, controlled location of median points derived from all diametrically opposed points on a feature surface relative to a datum axis. In vast majority of cases, this was not what designers really wanted to have controlled in their designs (from functional standpoint).

Position tolerance, as shown in your sketch, controls location of the axis of the two features (axis of the maximum cylinder inscribed within each of the two inner diameters) relative to datum axis B. Using planar datum feature A as primary ensures that the cylindrical position tolerance zones are perpendicular to datum plane A in the first place. If that's what you need from the design standpoint, position is the right choice.

Runout tolerance, in addition to controlling orientation of the holes relative to datum plane A and their location relative to datum axis B, will also control certain aspects of the features' form, i.e., circularity or cylindricity depending on the type of runout used.

Surface profile tolerance, assuming the size of the two diameters will be defined as basic, will control size, form, orientation and location altogether.

Again, the choice of geometric control should be primarily driven by the function of the feature.

 

[mfgenggear]

OP
Let give a tip , typical multi diameter hollow shaft. Like this one will be surface ground on both faces. Held in pie jaws or magnetic mag. Operator will indicate inside diameters prior to grinding and during. That right he or she will be using a dial indicator to verify runout. True position as used in a CMM
Can be verified after. My choice is both internal bearing diameters must be coaxial.
I would make them A & B . Inside face perpendicular to A & B . As bearing will be held square.

 

[greenimi]

Surface profile tolerance, assuming the size of the two diameters will be defined as basic, will control size, form, orientation and location altogether.

pmarc,

Can I use profile with dynamic profile modifier along with plus minus size ?
I am trying to use the size of the two diameters as plus-minus (+/-) and not BASIC.
So, only the nominal form/shape is basic and not its size for those two diameters (the size will stay plus-minus) you are talking about in the replay.

 

[greenimi]

pmarc,
Looking at figure 11-38/ 2018 standard if Ø20 and Ø62 are direct toleranced dimension (plus minus) how the interpretation of the dynamic profile callout is changing?
Why the assumption is that if profile is used on a feature of size (such as those two diameters) then those diameters shall be basic? I am not really sure I agree with that.

Could you, please, clarify my dillema

 

[Burunduk]

Greenimi,
Let's consider profile (dynamic or static) on a cylindrical direct-tolerance-dimensioned feature. One could imagine it is like a combination of a directly toleranced diameter with total runout (if coaxial datum axis is referenced) or cylindricity (if no datums are referenced). But in fact it is simply undefined because there is no "true profile" (basically dimensioned surface) to base a static profile tolerance on or as a starting base for a dynamic zone that could "progress".

 

[mfgenggear]

profile of surface is great way of dimensioning. how ever in a hollow shaft the operators have to verify their size with a bore gage , air gage or similar. and size of diameter is used. generally plus or minus tolerance for bearing diameters.
depending on the precision required.
profile of surface is used on surfaces that the best method is a CMM.

 

[greenimi]

Let's consider profile (dynamic or static) on a cylindrical direct-tolerance-dimensioned feature. One could imagine it is like a combination of a directly toleranced diameter with total runout (if coaxial datum axis is referenced) or cylindricity (if no datums are referenced). But in fact it is simply undefined because there is no "true profile" (basically dimensioned surface) to base a static profile tolerance on or as a starting base for a dynamic zone that could "progress".

I don't buy it. Sorry.
The diameter does not have to be basic diameter and yet the profile could be used.
Profile tolerance could be applied to a feature for which not every characteristic is defined with basic dimension.
Fig 11-19/2018 is just an example of such. It is shown on a cone, but could be very easy seen as a cylinder (zero basic implied angle)
Basic dimension is just the form/shape and not its size.
And profile contains the dynamic profile modifier hence I see no reasons (unless you prove me otherwise) why cannot be a valid callout.

 

[Burunduk]

Greenimi,
In fig. 11-19/2018, where profile is applied to a cone, the tolerance zone is constituted by two coaxial conical boundaries with a fixed included basic angle - which is a "static" (non-adjustable) structure that can only be extended length-wise if needed (or be considered infinite, from an apex to an unlimited large end diameter). If the actual end diameter 30 +/- 0.2 in fig 11-19 exceeds the maximum or minimum limits, the profile tolerance requirement may still measure good (and only that size requirement on the end face would make the part fail). So essentially, there is still a fully defined and rigid/fixed "true profile" as a basis to the tolerance zone in that example. On the other hand to control a cylinder with non-basic diameter with a profile tolerance, you can't use a fixed, non-adjustable tolerance zone structure like you would for a cone, in the first place. You could say "Ok, but that's why I'm using the dynamic profile". Yes but, if you read the paragraphs in the standard, even the dynamic profile's zone is based in a way on the true profile - it is permitted to progress "normal to the true profile" as specified in 11.10, that is why it used as a refinement and not as stand-alone in all examples and even defined as one: "When it is desirable to refine the form but not the size of a considered feature that is controlled by a profile tolerance, the dynamic profile tolerance modifier, Δ, may be applied to a refining profile tolerance..."

Also, what would be the difference between a "static" and a dynamic profile tolerance, when a cylinder's diameter is directly toleranced?
Earlier you mentioned figure 11-38/ 2018, Ø20 and Ø62 - if those diameters would be directly toleranced, what would be the role of the top 0.25 segment? Notice that the bottom 0.15 dynamic segment controls form, location and orientation.

 

[3DDave]

As a consequence of a poorly formulated means of application, it certainly seems that a dynamic profile tolerance zone modifier applied to a profile tolerance controlling the form of a cylinder with a directly applied tolerance is allowed.

It's redundant with cylindricity, but that may be an argument for eliminating cylindricity.

True profile only requires some basic dimension such as basic dimension of size or basic angle to establish the true profile; basic angle is covered under 5.1.1.2 Basic Dimensions.

Note that it doesn't say it has to be a refinement of an existing profile tolerance, just used in order to allow form to be controlled independent of size.

Instead it says :

"The actual feature shall simultaneously be within the dynamic profile tolerance zone and any other applicable tolerance zone."

Not a fan of dynamic profile - it appears applicable to practical problems no one has, though it does provide a box to check for CMM operators.